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以整群作为随机化单位的干预研究的样本量计算公式。

Sample size formulae for intervention studies with the cluster as unit of randomization.

作者信息

Hsieh F Y

机构信息

Department of Epidemiology and Social Medicine, Albert Einstein College of Medicine, Bronx, New York 10461.

出版信息

Stat Med. 1988 Nov;7(11):1195-201. doi: 10.1002/sim.4780071113.

Abstract

This paper presents sample size formulae for both continuous and dichotomous endpoints obtained from intervention studies that use the cluster as the unit of randomization. The formulae provide the required number of clusters or the required number of individuals per cluster when the other number is given. The proposed formulae derive from Student's t-test with use of cluster summary measures and a variance that consists of within and between cluster components. Power contours are provided to help in the design of intervention studies that use cluster randomization. Sample size formulae for designs with and without stratification of clusters appear separately.

摘要

本文给出了从以整群作为随机化单位的干预研究中获得的连续和二分终点的样本量公式。当给定另一个数量时,这些公式可得出所需的整群数量或每个整群所需的个体数量。所提出的公式源自使用整群汇总测量值和由群内及群间成分组成的方差的学生t检验。提供了效能等值线以帮助设计使用整群随机化的干预研究。有整群分层和无整群分层设计的样本量公式分别给出。

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